Mathematical Lifting of Eigenvergence in Recursive Expansive Dynamics

Mathematical Lifting of Eigenvergence in Recursive Expansive Dynamics

This lift scaffolds the core geometric, algebraic, and physical components of the refined Recursive Expansive Dynamics (REDS) framework, integrating the hierarchical structure of dimensional modulators, recursive influence pathways, and eigenvergence principles governed by the golden ratio. It conso...

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Библиографические подробности
Главный автор:	Julian Del Bel (21360938) (author)
Опубликовано:	2025
Предметы:	Algebraic structures in mathematical physics Foundations of quantum mechanics Quantum physics not elsewhere classified geometric algorithm Algebraic classification topological analysis algorithms categorical factor recursive expansive dynamics
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